Series R, L, C impedance, phase angle, current, resonant frequency, Q and bandwi...

{ "method": "GET", "queryParams": { "capacitanceUf": 10, "frequencyHz": 159.155, "inductanceMh": 100, "resistanceOhm": 10, "voltageV": 120 }, "type": "http" }

{ "example": { "apparentPowerVa": 1440, "asOf": "2026-10-21T06:22:28.470Z", "bandwidthHz": 15.91549, "capacitiveReactanceOhm": 99.99996, "capacitorVoltageV": 1200, "currentA": 12, "degraded": false, "disclaimer": "Screening signal computed from the named public source. Not financial, legal or investment advice; provided as is. Verify at the source before acting.", "impedanceOhm": 10, "inductiveReactanceOhm": 100, "inductorVoltageV": 1200, "netReactanceOhm": 0.00007151282, "notChecked": [ "parasitic resistance, capacitance and inductance of real parts", "parallel circuits (this is the series model only)", "…1 more" ], "phaseAngleDeg": 0.0004097383, "powerFactor": 1, "qualityFactor": 10, "realPowerW": 1440, "reasons": [ "Reactances: XL = 2 pi f L, XC = 1 / (2 pi f C); net X = XL - XC; Z = sqrt(R^2 + X^2); phase = atan2(X, R) (positive = voltage leads current).", "Resonance f0 = 1 / (2 pi sqrt(LC)); series Q = sqrt(L/C) / R; bandwidth = f0 / Q." ], "resistorVoltageV": 120, "resonantFrequencyHz": 159.1549, "source": "computed locally (XL = 2 pi f L; XC = 1/(2 pi f C); Z = sqrt(R^2 + (XL - XC)^2); f0 = 1/(2 pi sqrt(LC)); Q = sqrt(L/C)/R)", "summary": "Series circuit at 159.155 Hz: |Z| = 10 ohm at 0.00040974 degrees (inductive); resonance at 159.155 Hz.", "verdict": "AT_RESONANCE" }, "type": "json" }